Isothermal flow behind a shock wave propagating in the solar wind

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Isothermal Flow, Plasma Interactions, Shock Wave Propagation, Singularity (Mathematics), Solar Wind, Adiabatic Flow, Approximation, Density Distribution, Euler Equations Of Motion, Plasma Density, Shock Wave Interaction, Velocity Distribution

Scientific paper

A Parker-type blast wave, which is headed by a strong shock, driven out by a propelling contact surface, moving into an ambient solar wind having a strictly inverse square law radial decay in density, is studied. Assuming the self-similar flow behind the shock to be isothermal, approximate analytical and exact numerical solutions are obtained. There is a good agreement between the approximate analytical and exact numerical solutions. It is observed that the mathematical singularity in density at the contact surface is removed for the isothermal flow.

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